132,208 research outputs found
Lasconotus okadai Aoki 2011
<i>Lasconotus okadai</i> Aoki, 2011 (Figs 2 and 6) <p> <i>Bitoma niponia</i> (not of Lewis, 1879): Sasaji 1985: 292, pl. 48, fig. 1.</p> <p> <i>Lasconotus niponius</i> (not of Lewis, 1879): Aoki 2009a: 124, fig. (p. 125) (in part).</p> <p> <i>Lasconotus okadai</i> Aoki, 2011: 99, figs 3, 4; Aoki 2012: 45, fig. 33, 33A, 33B; 2013a: 109, fig. 30; 2013b: 75, fig. 2-37C and D.</p> <p> <b>Material examined.</b> 1 ex. (JAC-5), Institute of Nature Study, Shirokane-dai, Minato-ku, Tokyo, Japan, 17 May 2012, J. Aoki leg. 1 ex. (JAC-6), Sôgawa-mura, Gihu Prefecture, Japan, 22 June 2003, N. Kanie leg. 1 ex. (JAC-7), Imperial Palace, Tokyo, Japan, 18 May 2011, J. Aoki leg. 1 ex. <i>♂</i> (JAC-8, dissected and mounted on slides), the same place to JAC-7, 22 July 2010, J. Aoki leg.; 1 ex. <i>♂</i> (JAC-9, dissected and mounted on slides), Tôno-sawa, Hakone-machi, Kanagawa Prefecture, Japan, 29 March 2010, J. Aoki leg.</p> <p> <b>Diagnosis.</b> Body black, mat, 2.35–2.90 mm in length; pronotum length 0.63–0.77 mm; pronotum width 0.70– 0.78 mm; elytral length 1.70–1.88 mm; elytral width 0.70– 0.80 mm; PW/PL 1.01–1.07; EW/PW 1.00–1.03; EL/EW 2.27–2.43; EL/PL 2.53–2.76. Terminal club of antenna consisting of three segments almost equal in size; third segment longer than fourth one (Fig. 2). Anterior angles of pronotum usually produced, but not so prominently and sometimes rounded; among four longitudinal carinae on pronotum, two admedian ones broad and dull; elytral ridges strong, ridges 3 and 4 joined together before reaching elytral edge. Sculpture on metasternum wholly developed; sculpture on ventrites amoeba-like, irregularly connecting one another (Fig. 6).</p> <p> <b>Distribution.</b> Japan: Hokkaido, Honshu and Kyushu.</p>Published as part of <i>Aoki, Jun-ichi, 2018, Japanese Species of the Genus Lasconotus (Coleoptera: Zopheridae: Colydiinae), with Description of a New Species from Ishigaki-jima Island, the Ryukyu Islands, pp. 69-74 in Species Diversity 23 (1)</i> on pages 70-71, DOI: 10.12782/specdiv.23.69, <a href="http://zenodo.org/record/4585133">http://zenodo.org/record/4585133</a>
Shiro Aoki, Mary Murakami, Kay Yoshimura.
Photo of Mary Murakami (center) and two Japanese American friends, Shiro Aoki (left) and Kay Yoshimura
Huch Aoki and Claude Jones (Phil\u27s father).
Photo of Huch Aoki and Claude Jones at Solitude, Uta
Bruce Aoki with his ski instructor David Thurgood at Solitude.
Photo shows Bruce Aoki with his ski instructor David Thurgood at Solitud
Ky Kanegae, Wallace and Mary Doi, and Jim Aoki.
Photo of Japanese Americans at the Aloha Fountain cafe in Salt Lake City\u27s Japantown. Left to right: Ky Kanegae, Wallace Doi, Mary Doi, and Jim Aoki
Hololohmannia alaskensis Kubota and Aoki 1998
Hololohmannia alaskensis Kubota and Aoki, 1998 Geographic Location: AK: Eagle Summit, 65°30'N, 145°W (Kubota & Aoki 1998). Habitat: alpine tundra from mosses, lichens and fern growing on rocks. Distribution: Alaska. Genus Perlohmannia Berlese, 1916Published as part of Behan-Pelletier, Valerie M. & Lindo, Zoë, 2019, Checklist of oribatid mites (Acari: Oribatida) of Canada and Alaska, pp. 1-180 in Zootaxa 4666 (1) on page 25, DOI: 10.11646/zootaxa.4666.1.1, http://zenodo.org/record/400059
Japan as a New Immigration Country: The Gap between Immigration Policy and Actual Immigration in International Comparison
Chiavacci, David. 2017. “Japan as a New Immigration Country: The Gap between Immigration Policy and Actual Immigration in International Comparison”. Hiraku Nihon – Tojiru Nihon: “Ningen Idōgaku” Kotohajime [Open Japan – Closed Japan: Towards Interdisciplinary Studies in Human Mobility]. Yōko Hayashi; Naoki Aoki (Hg.). Osaka: Osaka University, Graduate School of Letters, S. 81-93
Shiro Aoki, Dick Imamura, Kay Yoshimura, and Mary Murakami.
Photo of Mary Murakami (center) with Shiro Aoki, Dick Imamura and Kay Yoshimura, Japanese American friends of Wallace Doi, probably on Kauai in 1946 around the time of Wallace and Mary\u27s wedding
Hyers-Ulam and Hyers-Ulam-Aoki-Rassias Stability for Linear Ordinary Differential Equations
Here we prove the Hyers-Ulam stability and Hyers-Ulam-Aoki-Rassias stability of the n-th order ordinary linear differential equation with smooth coefficients on compact and semi-bounded intervals using successive integration by parts. Keywords
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